archive-fr.com » FR » O » OPUS-PROJECT.FR

Total: 702

Choose link from "Titles, links and description words view":

Or switch to "Titles and links view".
  • Registered Area
    Workshops info registration Publications uncertainties Formations Forum Contribution Overview Contribution process How to contribute Available contributions Joining the consortium Other resources Private website Project address book Contact Links Download Opus file Registered Area Welcome to the registered user area of our site Calendar April 2016 Mo Tu We Th Fr Sa Su 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18

    Original URL path: http://www.opus-project.fr/index.php/component/user/?el_mcal_month=4&el_mcal_year=2016 (2016-01-11)
    Open archived version from archive


  • Registration
    registration Publications uncertainties Formations Forum Contribution Overview Contribution process How to contribute Available contributions Joining the consortium Other resources Private website Project address book Contact Links Download Opus file Registration Name Username E mail Password Verify Password Fields marked with an asterisk are required Register Calendar February 2016 Mo Tu We Th Fr Sa Su 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15

    Original URL path: http://www.opus-project.fr/index.php/component/user/?task=register&el_mcal_month=2&el_mcal_year=2016 (2016-01-11)
    Open archived version from archive

  • Registration
    Publications uncertainties Formations Forum Contribution Overview Contribution process How to contribute Available contributions Joining the consortium Other resources Private website Project address book Contact Links Download Opus file Registration Name Username E mail Password Verify Password Fields marked with an asterisk are required Register Calendar April 2016 Mo Tu We Th Fr Sa Su 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16

    Original URL path: http://www.opus-project.fr/index.php/component/user/?task=register&el_mcal_month=4&el_mcal_year=2016 (2016-01-11)
    Open archived version from archive

  • Login
    Forum Contribution Overview Contribution process How to contribute Available contributions Joining the consortium Other resources Private website Project address book Contact Links Download Opus file Login To access the private area of this site please log in Username Password Remember Me Forgot your Password Forgot your Username Register Calendar April 2016 Mo Tu We Th Fr Sa Su 1 2 3 4 5 6 7 8 9 10 11 12

    Original URL path: http://www.opus-project.fr/index.php/component/user/login (2016-01-11)
    Open archived version from archive

  • nisp 32bits
    last 24 hours limit is 5 Your file downloads total 0 in the last 24 hours limit is 5 nisp 32bits Download Thank you for downloading nisp 32bits If your download does not start automatically after a few seconds please click on the Download link above Submitted By Administrator admin Submitted On 26 Sep 2011 File Size 1 769 74 Kb Downloads 23 File Date 15 Jun 2011 Rating Total

    Original URL path: http://www.opus-project.fr/index.php/download/opus-file/func-startdown/16/ (2016-01-11)
    Open archived version from archive

  • NISP-2.3-1
    uncertainty in its inputs The analysis is based on chaos polynomials which are orthogonal polynomials which are used as an approximation of the original model Once the coefficients of the chaos polynomial are computed the associated sensitivity indices are straightforward to get The internal design of the system is based on the following components nisp provides function to configure the global behaviour of the toolbox This allows to startup and shutdown the library configure and quiery the verbose level or initialize the seed of the random number generator randvar is the class which allows to manage a random variable Various types of random variables are available including uniform normal exponential etc setrandvar is the class which allows to manage a set of random variables Several methods are available to build a sampling from a set of random variables We can use for example a Monte Carlo sampling or a Sobol low discrepancy sequence This feature allows to use the class as Design of Experiment tool DOE polychaos is the class which allows to manage a polynomial chaos expansion The coefficients of the expansion are computed based on given numerical experiments which creates the association between the inputs and the outputs Once computed the expansion can be used as a regular function The mean standard deviation or quantile can also be directly retrieved The current toolbox provides an object oriented approach of the C NISP library This toolbox has been created in the context of the OPUS project http opus project fr within the workpackage 2 1 1 Construction de meta modeles This project has received funding by Agence Nationale de la recherche http www agence nationale recherche fr See in the help provided in the help en US directory of the toolbox for more information about its use Use cases

    Original URL path: http://www.opus-project.fr/index.php/download/opus-file/func-startdown/24/ (2016-01-11)
    Open archived version from archive

  • rpyWrap
    the last 24 hours limit is 5 Your file downloads total 0 in the last 24 hours limit is 5 rpyWrap Download Thank you for downloading rpyWrap If your download does not start automatically after a few seconds please click on the Download link above Submitted By Administrator admin Submitted On 26 Sep 2011 File Size 25 27 Kb Downloads 33 File Date 15 Jun 2011 Rating Total Votes 0

    Original URL path: http://www.opus-project.fr/index.php/download/opus-file/func-startdown/15/ (2016-01-11)
    Open archived version from archive

  • Rpywrap Documentation
    last 24 hours limit is 5 Your file downloads total 0 in the last 24 hours limit is 5 Rpywrap Documentation Download Thank you for downloading Rpywrap Documentation If your download does not start automatically after a few seconds please click on the Download link above Submitted By Administrator admin Submitted On 27 Sep 2011 File Size 1 002 20 Kb Downloads 23 File Date 27 Sep 2011 Rating Total

    Original URL path: http://www.opus-project.fr/index.php/download/opus-file/func-startdown/22/ (2016-01-11)
    Open archived version from archive